Step 5.7: The Point-Data FB and Measurement FB

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Step 5.7: The Point-Data FB and Measurement FB

Point-Data FB and Measurement Function-Blocks

The Point-Data FB and the Measurement FB have output-connectors, and do not have input-connectors..

Use a:

Point-Data FB to measure the position and motion of a Point*, relative to the origin of the Base-Part.

Measurement FB to measure the motion of one sketch-element relative to another - usually in different Parts.

The motion-values at the output-connectors of these FBs provide the measurements AND also their first and second motion-derivatives.


* In all cases below, we use the term Point to mean Point, start-Point, end-Point, center-Point, and Motion-Point.


Motion-Dependency

Motion-Dependency is the term we use when the motion of a kinematic-chain is a function of the motion of a different kinematic-chain.

In two examples below (5.7-B and 5.7-C) there are TWO kinematic-chains.

Kinematic-chain A : here a Crank. We connect a wire from a Linear-Motion FB to the input of a Motion-Dimension FB.

We measure, with Measurement FB (A), the distance from a stationary Point in the Base-Part to the end-Point of the Crank. The distance continually changes as we cycle the model.

The output from the Measurement FB (A) provides not only the distance between the two Points, but also the first and second motion-derivatives of the distance between the two Points.

Kinematic-chain B: here a Slider. It takes the motion-values at the output from the Measurement FB (A) as the motion and input to the Motion-Dimension FB, for the Slider.


tog_minus5.7-A: Plot Motion-Values of a Point with a Point-Data FB and a Graph FB
tog_minus5.7-B: Motion-Dependency 1: Kinematic-Chain A provides motion-value to Kinematic-Chain B
tog_minus5.7-C: Motion-Dependency 2: Kinematic-Chain A provides motion-value to Kinematic-Chain B
tog_minusDevelop a Stationary Cam